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Key Signature Calculation
1: In the calculation method, each key signature is assigned a __________ based on the number and type of accidentals.
Note
Numeric Value
Scale
Rest
2: Sharps are assigned as positive numbers, while flats are assigned as negative numbers.
True
False
3: You can start the calculation with either a major or a minor key signature.
True
False
4: (Directions: Figure out the expression of the given key in questions 4-8:) F-Sharp Major
-1 (F Major) + 7
-1 (F Major) - 3
0 (C Major) + 6
5: E-Flat Major
4 (E Major) - 3
4 (E Major) - 7
0 (C Major) - 3
Both B and C
6: E Minor
4 (E Major) - 7
4 (E Major) - 3
0 (C Major) + 1
7: F Minor
-1 (F Major) + 7
-1 (F Major) - 3
0 (C Major) - 4
8: C-Sharp Minor (Be careful!)
0 (C Major) + 7
0 (C Major) - 3
0 (C Major) + 4
0 (C Major) + 7 - 3
9: (Evaluate the following expression in 9-13 and select the correct key signature it equals:) 3 (A Major) - 7
-4 (A-Flat Major)
0 (A Minor)
7 (A-Sharp Minor)
10: 0 (C Major) + 7
-7 (C-Flat Major)
-3 (C Minor)
7 (C-Sharp Major)
11: 5 (B Major) - 3
-2 (B-Flat Major)
2 (B Minor)
12: -1 (F Major) + 7 - 3
-4 (F Minor)
3 (F-Sharp Minor)
6 (F-Sharp Major)
13: 2 (D Major) - 3
-1 (D Minor)
6 (D-Sharp Minor)
14: Which of the following major keys is strictly theoratical?
C Major
A-Flat Major
G-Sharp Major
15: How many key signatures exist?
30 total.
15 each for major and minor.
Both A and B
39 total.